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Such a method would be particularly useful to mathematicians, since it would allow them to resolve many of the conundrums in their field — like Fermat's last theorem, or Goldbach's conjecture — by brute force.
Fixed-point theory has attracted many mathematicians since it provides a simple proof for the existence and uniqueness of the solutions to various mathematical models (integral and partial differential equations, variational inequalities etc).
The theory of dynamic equations on time scales has been studied by many mathematicians since it not only provides a unifying structure of differential and difference equations, but also it has led to many physical, chemical and biological applications such as insect population models, neural networks, heat transfer, epidemic models.
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On Evans' view, however, the name refers to the ancient mathematician, since it is the mathematician who constitutes the dominant causal source of the descriptive information associated with the name: mathematician who proved such-and-such.
This equation is dimensionally half-cocked, as rude mathematicians would say, since it adds a time quantity (the fraction in brackets on the left) to a time-squared quantity (PxPr); but more importantly than that, it's just stupid, because if you pack for 10 hours and prepare for 40, then you get a result of 400, meaning you've apparently had a great weekend.
The controllability problem has attracted a lot of mathematicians and engineers' attention since it plays a key role in control theory and engineering and has very important applications in these fields.
The question of distributing uniformly N points on a surface we consider here the case of a sphere is by no means a trivial one; it has been of interest to mathematicians since Antiquity, and is still the object of research (Hardin and Saff, 2004).
Certain types of combinatorial problems have attracted the attention of mathematicians since early times.
Mathematicians since the time of Eudoxus had doubted that "all is number," and when in doubt they used geometry.
The second story involves one of the few black mathematicians whom white mathematicians acknowledge as great – or, I should say, "black American mathematicians", since obviously Euclid, Eratosthenes and other African mathematicians outshone Europe's brightest stars for millennia.
Methods of determining whether a number is prime have captivated mathematicians since ancient times because understanding prime numbers is the key to solving many important mathematical problems.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com